Didrachm

発行体 Kuma
年号 420 BC - 385 BC
種類 Standard circulation coin
額面 Didrachm (2)
通貨 Drachm
材質 Silver
重量 6.65 g
直径 20 mm
厚さ
形状 Round (irregular)
製造技法 Hammered
向き
彫刻師
流通終了年
参考文献 BMC Greek#7, HN Italy#535, GCV#289
表面の説明 Lion`s scalp between two boars` heads.
表面の文字体系
表面の銘文
裏面の説明 Mussel-shell; barley corn above.
裏面の文字体系 Greek
裏面の銘文 KVMAIOИ
鋳造所
鋳造数 ND (420 BC - 385 BC) - -
Numisquare ID 3010252770
追加情報

Historical Context: This silver didrachm was issued by Kuma (Cumae), a significant Greek colony in Magna Graecia, during a turbulent period spanning 420 BC to 385 BC. While Cumae fell to the Samnites in 421 BC, its continued coinage reflects a complex interplay of enduring Greek cultural identity and evolving political realities under new influence. These issues served vital economic functions, facilitating trade and maintaining a semblance of civic autonomy amidst regional conflicts and shifting allegiances in Southern Italy during the Late Classical era.

Artistry: Embodying the Late Classical Greek style, this didrachm showcases the refined numismatic artistry characteristic of Magna Graecia. While the engraver remains anonymous, the design typically features a finely rendered head of the eponymous nymph Kyme on the obverse, often adorned with a diadem or olive wreath, executed with remarkable naturalism and delicate features. The reverse frequently depicts a marine symbol, such as a meticulously detailed mussel shell, reflecting Cumae's coastal prominence and maritime heritage.

Technical/Grading: A well-struck example of this type will exhibit sharp details on the obverse nymph's hair strands, facial contours, and any headwear. On the reverse, the intricate textures and ridges of the mussel shell should be clearly defined. Desirable technical qualities include a strong, even strike across the flan, good centring, and a well-prepared, round planchet. The original metallic luster, if preserved, enhances its appeal, though a pleasing cabinet patina is also highly valued, contributing to its overall aesthetic and historical integrity.

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